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rachel garcia

rachel g.

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Competitive markets produce __________________________, the particular mix of goods and services most highly valued by society. allocative efficiency rationing function of prices economic efficiency human specialization

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30 33 5.5. The probability of drawing an ace or a king from a standard deck of cards in one draw is 0.15. This is an example of the: A) addition rule B) converse rule C) multiplication rule D) rule of mutually exclusive events ation MacBook

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The mean score for freshmen on an aptitude test at a certain college is 560, with a standard deviation of 50. Assume the means to be measured to any degree of accuracy. What is the probability that two groups selected at random, consisting of 48 and 50 students, respectively, will differ in their mean scores by (a) more than 19 points? (b) an amount between 2 and 7 points?

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Aluminum wiring can be used as an alternative to copper wiring. Suppose a 40.0-ft run of 14-gauge aluminum wire (1.63 mm in diameter) carrying a current of 4.00 A is used in a circuit. There are $6.03 \times 10^{28}$ atoms in $1 m^3$ of aluminum, with each atom contributing three free electrons to the metal. What time t would it take electrons to travel the length of this run and back? t= s

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500 mb is half the pressure of sea level (1000 mb), which means if you were at ______ km, 50% of the weight of the atmosphere would be above you and 50% would be below you.

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A particle is moving along a straight line such that its position is defined by s=(10t2+20)s=(10t2+20) mmmm, where tt is in seconds. Determine the displacement of the particle during the time interval from tt = 2 ss to tt = 7 ss.

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Which one of the following do NOT describe the newly formed Federalist Party? ? Southern ? Anglophiles ? Promote overseas trade ? Promote economic enterprises

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What is the ones digit in the number 22039 ? Hint : Start with smaller exponents to find a pattern.

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4 (a) Let Y have a uniform (0, 1) distribution. What is the probability distribution of U = −3 ln(Y )? (b) Let X, Y be jointly continuous random variables with joint density function given by f (x, y) = 2x on 0 <= x <= 1, 0 <= y <= 1 and f (x, y) = 0 elsewhere. What is Cov(X, Y )? (c) Random variable Y has moment-generating function m(t) = (1 − 4t)−1 for t < 1/4 , what is the probability distribution for Y ?

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? Find $y'$ for the equation below: $4xy + 3y^2 = 7x^3$ Then use $y'$ to find the instant slope at $(1, 1)$. (10 points)

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